Modules / Lectures


Sl.No Chapter Name MP4 Download
1Lec 1: IntroductionDownload
2Lec 2: Lagrangian FormalismDownload
3Lec 3: Hamiltonian MechanicsDownload
4Lec 4: Flows and SymmetriesDownload
5Lec 5: Examples of Continuum SystemsDownload
6Lec 6: Symmetries and Noether's TheoremDownload
7Lec 7: Dynamical SymmetriesDownload
8Lec 8: Symmetries in Field TheoriesDownload
9Lec 9: The Relativistic Electromagnetic FieldDownload
10Lec 10: Stress-Energy (Energy-Momentum) TensorDownload
11Lec 11: Green's Theorem and Green's FunctionsDownload
12Lec 12: Diffraction TheoryDownload
13Lec 13: Introduction to Elasticity TheoryDownload
14Lec 14: Solution of the rubber band problemDownload
15Lec 15: The Stress Function MethodDownload
16Lec 16: Strain EnergyDownload
17Lec 17: The Euler EquationDownload
18Lec 18: Bernoulli's PrincipleDownload
19Lec 19: Matter, Momentum and Energy TransportDownload
20Lec 20: Stokes' Drag - IDownload
21Lec 21: Stokes' Drag - IIDownload
22Lec 22: Towards Quantum FieldsDownload
23Lec 23: Right and Left MoversDownload
24Lec 24: Functional Integration - IDownload
25Lec 25: Functional Integration - IIDownload
26Lec 26: Perturbation theoryDownload
27Lec 27: Quantum Mechanics using LagrangiansDownload
28Lec 28: Path Integrals - FormalismDownload
29Lec 29: Path Integrals - Free particlesDownload
30Lec 30: Path Integrals - Harmonic oscillatorDownload
31Lec 31: Creation and annihilation operators - ExcitationsDownload
32Lec 32: Creation and annihilation operators - PhotonsDownload
33Lec 33: Creation and annihilation operators - Many-body physicsDownload
34Lec 34: Particle and Hole Green functionsDownload
35Lec 35: Current AlgebraDownload
36Lec 36: Tight Binding Models - IDownload
37Lec 37: Tight Binding Models - IIDownload
38Lec 38: Order ParametersDownload
39Lec 39: Schrieffer Wolff TransformationDownload
40Lec 40: Matsubara Green functions - IDownload
41Lec 41: Matsubara Green functions - IIDownload
42Lec 42: Self Energy and Spectral FunctionsDownload
43Lec 43: S-Matrix Perturbation TheoryDownload
44Lec 44: Keldysh ContourDownload
45Lec 45: Bosonic Coherent StatesDownload
46Lec 46: Fermionic Coherent StatesDownload
47Lec 47: Nonlocal particle hole operators - BosonsDownload
48Lec 48: Nonlocal particle hole operators - FermionsDownload

Sl.No Chapter Name English
1Lec 1: IntroductionDownload
Verified
2Lec 2: Lagrangian FormalismDownload
Verified
3Lec 3: Hamiltonian MechanicsDownload
Verified
4Lec 4: Flows and SymmetriesDownload
Verified
5Lec 5: Examples of Continuum SystemsDownload
Verified
6Lec 6: Symmetries and Noether's TheoremDownload
Verified
7Lec 7: Dynamical SymmetriesDownload
Verified
8Lec 8: Symmetries in Field TheoriesDownload
Verified
9Lec 9: The Relativistic Electromagnetic FieldDownload
Verified
10Lec 10: Stress-Energy (Energy-Momentum) TensorDownload
Verified
11Lec 11: Green's Theorem and Green's FunctionsDownload
Verified
12Lec 12: Diffraction TheoryDownload
Verified
13Lec 13: Introduction to Elasticity TheoryPDF unavailable
14Lec 14: Solution of the rubber band problemPDF unavailable
15Lec 15: The Stress Function MethodPDF unavailable
16Lec 16: Strain EnergyPDF unavailable
17Lec 17: The Euler EquationPDF unavailable
18Lec 18: Bernoulli's PrinciplePDF unavailable
19Lec 19: Matter, Momentum and Energy TransportPDF unavailable
20Lec 20: Stokes' Drag - IPDF unavailable
21Lec 21: Stokes' Drag - IIPDF unavailable
22Lec 22: Towards Quantum FieldsPDF unavailable
23Lec 23: Right and Left MoversPDF unavailable
24Lec 24: Functional Integration - IPDF unavailable
25Lec 25: Functional Integration - IIPDF unavailable
26Lec 26: Perturbation theoryPDF unavailable
27Lec 27: Quantum Mechanics using LagrangiansPDF unavailable
28Lec 28: Path Integrals - FormalismPDF unavailable
29Lec 29: Path Integrals - Free particlesPDF unavailable
30Lec 30: Path Integrals - Harmonic oscillatorPDF unavailable
31Lec 31: Creation and annihilation operators - ExcitationsPDF unavailable
32Lec 32: Creation and annihilation operators - PhotonsPDF unavailable
33Lec 33: Creation and annihilation operators - Many-body physicsPDF unavailable
34Lec 34: Particle and Hole Green functionsPDF unavailable
35Lec 35: Current AlgebraPDF unavailable
36Lec 36: Tight Binding Models - IPDF unavailable
37Lec 37: Tight Binding Models - IIPDF unavailable
38Lec 38: Order ParametersPDF unavailable
39Lec 39: Schrieffer Wolff TransformationPDF unavailable
40Lec 40: Matsubara Green functions - IPDF unavailable
41Lec 41: Matsubara Green functions - IIPDF unavailable
42Lec 42: Self Energy and Spectral FunctionsPDF unavailable
43Lec 43: S-Matrix Perturbation TheoryPDF unavailable
44Lec 44: Keldysh ContourPDF unavailable
45Lec 45: Bosonic Coherent StatesPDF unavailable
46Lec 46: Fermionic Coherent StatesPDF unavailable
47Lec 47: Nonlocal particle hole operators - BosonsPDF unavailable
48Lec 48: Nonlocal particle hole operators - FermionsPDF unavailable


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